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Correlation Transfer in Striatal Network via Morphology Changes

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IN

DEGREE PROJECT COMPUTER SCIENCE AND ENGINEERING, SECOND CYCLE, 30 CREDITS

STOCKHOLM SWEDEN 2020,

Correlation Transfer in Striatal Network

via Morphology Changes

LIHAO GUO

KTH ROYAL INSTITUTE OF TECHNOLOGY

SCHOOL OF ELECTRICAL ENGINEERING AND COMPUTER SCIENCE

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(7)
(8)
(9)
(10)
(11)

λ b, w ρ p

(12)
(13)
(14)
(15)
(16)

D1 D2 network in the striatum

Cortex

FSI D2 MSN D1 MSN

GPe TA

TI

GPi

STN SNr

JCF

JC1 JC2

J11 J22

J21 J12 JF 1

JF 2

(17)
(18)
(19)
(20)
(21)

Ra Ohm/cm Cm µF /cm2

gL S/cm2

VL mV

VP mV

VS mV

(22)

Jc1, Jc2

pr

pb

NdM SN

NiM SN

NCT X Jc1

Jc2

(23)

b, p, λin

(λ, ρ)

fintrinsic : ainin, b, w)→ aoutout, ρout) fintrinsic

w

(24)

λ b

b b

w

b ain

ainin, b, w)

λout, ρout λout

ρout

(25)

w b

λout ρout

λout

ρout

λout = count(si(t)) T

ρout = coincidence(s1(t), s2(t))

!coincidence(s1(t), s1(t))∗ coincidence(s2(t), s2(t))

si(t)

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(28)

pr

pr

pb

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fintrinsic λin, b, w ρout, λout

(b, w, λin, Nsyn)

b w

b, w λin

λin Nsyn

(30)

(b, w, λin, Nsyn)

λin λout

b|w b|w λin pr|pb

pr

pr = 0.1 pb

pb = 0.5

(31)

pr = 0.1 pb = 0.5

i

j (i, j)

(32)

fM : ainin, b, w)→ aoutout, ρout) M

λout

λin b, w

b, w λout

fM

λin fM : ain(b, w)→ aoutout, ρout) fM

fM : ain(b, w)→ aoutout) fM : ain(b, w)→ aoutout) λout

ρout

(33)

λout

λout λout− w

ρin

λout− w

λout w

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λout

λout − w

λout−w

λout

ρout b w

b w

(b, w) ρout

b w (b, w) ρ"in(b, w)

"

ρin(b, w) = b

b∗ w +N1(1− b ∗ w) +O 1 N

"

ρout

"

ρout

λout

fM

fp : ainin, b, w)→ aoutout, ρout)

p p = pr

p = pb

fp λout ρout

p (λout, ρout)

p

(35)

ρout

ρout b, w

ρout ρout

b, w λout ρout

ρout

Jc1 Jc2

(36)

"

ρin(b, w) ρout

λout ρout

λout, ρout

λout, ρout

λout

(37)

λout ρout

Jc1, Jc2 λout

λin, b, w

pr ρout

λout ρout

λout, ρout

λout, ρout

b, w λout

ρout

(38)

b, w b, w

λout, ρout

λin, b, w

b, w b, w

λout, ρout

pr λout, ρout

λout

ρout p ρout

pr

λout, ρout

ρout

ρout

ρout pb

(39)

b, w

b, w

λout, ρout

λout, ρout

λout, ρout

pr= 0.0 pr = 0.02

pr

λout ρout

λin, b, w

(40)

b, w

b, w

λout, ρout

(41)

λout, ρout

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λout, ρout

λout ρout

λout ρout

(44)

pr

λout ρout

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TRITA -EECS-EX-2020:857

www.kth.se

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